Understanding The Cryptocurrency Market

However, you can carry out Bitcoin transactions free of charge because there is no intermediary. While it’s true that some exchanges take a small fee, but this is basically to pay individuals who mine the cryptocurrency and release it into the system. Aside from the coins minted via the genesis block , every single one of those bitcoins came into being because of miners.

  • Despite these obstacles, mainstream merchants are beginning to explore Bitcoin.
  • Genesis mining has sent a weather balloon with the Bitcoin logo 20 km into the sky.
  • Both the private key and the address are visible in text form and as 2D barcodes.
  • Two individuals were arrested and charged with conspiracy to commit money laundering and conspiracy to defraud the United States.
  • About four-in-ten men ages 18 to 29 (43%), for example, say they have ever invested in, traded or used a cryptocurrency, compared with 19% of women in the same age range.
  • In every ten minutes or so, the Bitcoin software distributes coins.

In light of cryptocurrencies’ popularity, we have decided to bring you some of the most crucial cryptocurrency statistics to sate your knowledge thirst. Also, note that I am not against gold or bitcoin as a currency. In fact, I think that the threat that they pose as alternate currency can serve as a useful check on a central bank.

Indicators can also help you monitor current market conditions like volatility levels or market sentiment. Day trading bitcoin means that you’ll open and close a position within one single trading day – so you won’t have any bitcoin market exposure overnight. This means that you’ll avoid overnight funding charges on your position. This strategy could be for you if you’re looking to profit from bitcoin’s short-term price movements, and it can enable you to make the most of daily volatility in bitcoin’s price.

For that reason, Bitcoin is designed to evaluate and adjust the difficulty of mining every 2,016 blocks, or roughly every two weeks. Aside from the short-term payoff of newly minted bitcoins, being a coin miner can also give you "voting" power when changes are proposed in the Bitcoin network protocol. In other words, miners have some degree of influence on the decision-making process for matters such asforking.

In April 2014, the Texas Department of Banking issued a supervisory memorandum to clarify the regulatory treatment of virtual currencies under the Texas Money Services Act. For example, a third-party exchanger—an intermediary similar to the failed Mt. Gox—that exchanges virtual currency for actual currency would meet the definition of money transmission. Launched in 2009 by anonymous creator, commonly referred to as “Satoshi Nakamoto,” Bitcoin has come under increasing scrutiny. In 2013, demand in China helped push a Bitcoin’s value to more than $1,000 (from $13 at the beginning of that year), highlighting its high-risk volatility. In February 2014, Mt. Gox, the largest online Bitcoin exchange, declared bankruptcy after 650,000 Bitcoins went missing, presumably stolen by hackers.

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While traditional forms of payment can be tracked and reversed, bitcoin transactions cannot be tracked or reversed. Hence, it is essential you double-check the bitcoin address you are sending money to. Bitcoin mining is the process by which new bitcoins are entered into https://boringbitcoinreport.com/ circulation. It is also the way the network confirms new transactions and is a critical component of the blockchain ledger's maintenance and development. "Mining" is performed using sophisticated hardware that solves an extremely complex computational math problem.

The way Bitcoin mining works, the number of Bitcoins that can be mined gets halved every four years. This means that although almost 90% of the total possible Bitcoin is already in circulation, it will take another 120 years or so to https://www.taringa.net/sandirnasx/what-to-know-before-investing-in-crypto_52yu1e produce the remaining 2.2 million coins. The government promised that each citizen who opened a national digital wallet would receive https://www.investopedia.com/articles/investing/082914/basics-buying-and-investing-bitcoin.asp $30, but many El Salvadorians have protested the whole plan. And the World Bank refused to help the country with implementation due to environmental and transparency concerns. Curious to know more about the world's first cryptocurrency? Parachains enable interoperability, which helps diverse chains to perform multiple functions like random messaging, transactions.

It was also the exchange of choice in Latin America, sending more than $3bn in crypto to the region over the same period. Right now, most cryptocurrencies remain unregulated as financial assets under the U.S. If cryptocurrencies were legally designated as investment securities, the agency could take proceeds away from the people issuing them.

Merchants that do accept bitcoin payments may use payment service providers to perform the conversions. Bitcoin prices were negatively affected by several hacks or thefts from cryptocurrency exchanges, including thefts from Coincheck in January 2018, Bithumb in June, and Bancor in July. For the first six months of 2018, $761 million worth of cryptocurrencies was reported stolen from exchanges.

Brazil is the leading country in Latin America for cryptocurrency users, with 10.4m people, according to analysis by TripleA, a Singapore-based provider of crypto payment solutions. Nigeria, Africa’s most populous country, is a case in point. Its impatient, youthful population has to contend daily with high unemployment, the vagaries of black market currency exchanges and capital controls.

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A cryptocurrency wallet stores the private keys that allow you access to your cryptocurrencies in a secure and accessible place. A crypto wallet can be a physical item like a USB lookalike or a mobile app. Though cryptocurrencies can be exchanged for goods and services, they’re typically used as a long or short-term investment strategy in today’s market. There are thousands of different cryptocurrencies to choose from, with the most popular by a landslide being Bitcoin, which currently costs $41,804.58.

(Later, a University of Texas finance professor suggested that half of this rise was due to market manipulation.) On December 17th, 2017, bitcoin hit its all-time high of $20,000. More sophisticated investors can trade bitcoin options on the LedgerX platform and bitcoin futures at both the Cboe Futures Exchange and CME Group. At the Cboe, one bitcoin contract represents the price of one bitcoin. At the CME, one bitcoin contract represents the price of five bitcoins. Both settle in cash, so you don’t have to put up or take delivery of any actual bitcoin. You need to open an account with LedgerX to trade bitcoin options.

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"